Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Hui_Huang_030910_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 12 2009 |
Start Time | | 2009/03/12 22:00 |
End Time | | 2009/03/13 04:00 |
Key Words | | SMC LFM 2009-03-13 |
Model | | LFM |
Model Version | | 1.0.4 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 0.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.00 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 68.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Hui_Huang_030910_1 |
Minimum Dst Value | | -23 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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